摘要
对一类不满足g(n)≠0的函数g讨论了第一积分中值定理中ξ=ξ(x)在x→+∞时的渐近性质,并对第二积分中值定理的中值ξ=ξ(x)的渐近性进行了探讨,给出一些相关的结果.
We study the asymptotic property of ξ=ξ(x) as x →+ ∞ in the first integra mean value theorem for a class of function g for which g(a) may be equal to zero and we also study the asymptotic property of ξ=ξ(x) for the second integra mean value theorem. A similar result is obtained.
出处
《数学的实践与认识》
CSCD
北大核心
2008年第23期248-254,共7页
Mathematics in Practice and Theory
关键词
积分中值定理
中值点
渐近性
integra mean value theorem
mean value point
asymptotic properties